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GENERAL RADIAL DIFFUSION MODEL FOR HETEROGENEOUS SORBENTS

机译:异质吸附剂的一般径向扩散模型

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Sorption kinetics modeling can be improved by accounting for sorbent heterogeneity. This paper demonstrates how heterogeneity can be accommodated with a composite sorbent particle whose shape is described by a general radial geometry. Batch experiments involving sorption and desorption of anthracene from paraffin spheres are used to test the model. The performance of the model is also demonstrated with simulations based on Borden soil. Experiments and modeling demonstrated that sorption by a heterogeneous mix of sorbent particle sizes can be predicted better using a general composite radial geometry than as an equivalent sphere geometry. However, predicting the composite geometry (shape factor and radius) from sorption rate data is difficult due to the nonuniqueness of sorption rate curves that evolve from higher shape factor geometries. Use of models such as ours that better describe sorption sites at long diffusion path lengths may improve predictions when slow, long-term desorption is an important factor.
机译:可以通过考虑吸附剂的异质性来改善吸附动力学模型。本文证明了复合吸附剂颗粒如何适应异质性,其形状由一般的径向几何形状描述。分批实验涉及从石蜡球中吸附和解吸蒽,以测试该模型。该模型的性能还通过基于Borden土的模拟进行了演示。实验和建模表明,使用一般的复合径向几何形状比等效球体几何形状可以更好地预测吸附剂颗粒大小的不均匀混合所产生的吸附。然而,由于从较高形状因子几何形状发展而来的吸附速率曲线的非唯一性,很难从吸附速率数据预测复合几何形状(形状因子和半径)。当缓慢,长期的解吸是重要因素时,使用我们的模型(可以更好地描述长扩散路径长度处的吸附位点)可能会改善预测。

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